Question

:In Δ ABC AB=AC and BD is perpendicular to AC, CE is perpendicular to AB show BD= CE.

Answer 1

Given - ab =cd
BD and CF is perpendicular
To prove -BD=CE
Proof. In triangle Abd and traingle ace
Ab=ac (given)
Angle abd =angle Ace (common)
Abgle abe = angle aec (each 90)
So abd congruent to ace (aas)
So, ce =bd (cpct)

Answer 2

Answer:

Given - ab =cd

BD and CF is perpendicular

To prove -BD=CE

Proof. In triangle Abd and traingle ace

Ab=ac (given)

Angle abd =angle Ace (common)

Abgle abe = angle aec (each 90)

So abd congruent to ace (aas)

So, ce =bd (cpct)

Step-by-step explanation:

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